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**Number Systems in Computer Architecture**

One should know about number system before moving on to the in-depth parts of the topic. These systems are various techniques which represent multiple numbers in a computer system. Each value that is going into the memory of the computer has a number system which is defined. Computer systems support number systems like binary, octal and decimal number systems.

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**Binary Numbering System**

In this system, there are two digits which are used 0 and 1. This is also known as 2 base number system. Each position in binary numbers shows 0 power of base. But at the last position binary number shows x power of base (2). This is what a binary number system consists of, on which the system works.

**Octal Numbering System **

In this numbering system, there are eight digits from 0 to 7(0,1,2,3,4,5,6,7). This is also known as 8 base number system. Each position in octal numbers shows 0 power of base (8) and the last position in octal number system represents x power of base (8).

**Decimal Numbering System**

Lastly, this number system is very common and used by people in their everyday life. This system has 10 as base. It uses digit in between 0 to 9. In this system, the left position of decimal point are units, tens, thousands, etc. Each position in decimal numbers shows a particular power of base (10). Know more about these from our **Numbering Systems assignment answers. **

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